| Product Number | 2218-3-01 |
| Purity | 97 % |
| CAS | 672956-75-1 |
| MDL Number | MFCD04116483 |
| Molecular Formula | C10H8F6O3 |
| Molecular Weight | 290.161 |
| Units | Price (USD) | Availability |
|---|
PN: 2218-3-01
CAS: 672956-75-1
Molecule Weight: 290.161
Formula: C10H8F6O3
PN: 2218-3-0A
CAS: 387-89-3
Molecule Weight: 194.153
Formula: C8H9F3O2
PN: 2218-3-X0
CAS: 51800-98-7
Molecule Weight: 248.245
Formula: C12H15F3O2
![3-(2,2,2-Trifluoroacetyl)bicyclo[3.1.0]hexan-2-one](data:image/png;base64,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)
PN: 2218-3-0B
CAS: 1417985-08-0
Molecule Weight: 192.137
Formula: C8H7F3O2
PN: 2218-3-07
CAS: 1031926-88-1
Molecule Weight: 194.178
Formula: C8H12F2O3
PN: 2218-3-00
CAS: 30923-69-4
Molecule Weight: 180.126
Formula: C7H7F3O2
PN: 2118-3-17
CAS: 461-92-7
Molecule Weight: 196.169
Formula: C8H11F3O2
PN: 2118-3-16
CAS: 30984-28-2
Molecule Weight: 182.142
Formula: C7H9F3O2
TSCA: Not listed on TSCA inventory